HAL (France)
open access
A Discrete Analog of Tutte's Barycentric Embeddings on Surfaces
Tutte's celebrated barycentric embedding theorem describes a natural way to build straight-line embeddings (crossing-free drawings) of a (3-connected) planar graph: map the vertices of the outer face to the vertices of a convex polygon, and ensure that each remaining vertex is in convex position, na
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